Spring-Mass-Damper System, 3DOF

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  • Опубліковано 12 січ 2025

КОМЕНТАРІ • 10

  • @alexhill2655
    @alexhill2655 4 роки тому

    Great video this really helped me finish my Dynamics and Controls homework. Thanks!

  • @mechaminfo4413
    @mechaminfo4413 3 роки тому

    many many thanks for the he;ful video

  • @nihalsingh6419
    @nihalsingh6419 4 роки тому

    awesome mam love u , mam please make videos for design of various compensators also

  • @hermanusscholtz
    @hermanusscholtz 3 роки тому

    Very nice tutorial- thank you -

  • @luemunyeri3938
    @luemunyeri3938 4 роки тому

    Thank You!

  • @ugurcankymz
    @ugurcankymz 8 місяців тому

    Hello, if there are forces of masses in our system, how can we transfer them to the transfer function or do we need to back them up? For example, let the differential equations for a system with two degrees of freedom be as follows; m1*x1dd+d1*x1d+k1*x1+2*k1*x2+m1*g = 0---->(1)
    (m1+m2)*x2dd+d2*x2d+k1*x2 + 3*k1*x1 + m2*g = M---->(2)
    Things get very complicated here when you take into account the expressions m1*g and m2*g. How can the transfer function of such a system be derived? Thanks for your help.

  • @mechaminfo4413
    @mechaminfo4413 3 роки тому

    great job thank u

  • @mro2038
    @mro2038 4 роки тому

    Thanks alot!

  • @ridwanhusainishraq
    @ridwanhusainishraq Рік тому

    What would be fbd for 4dof

  • @ihtifa99
    @ihtifa99 4 роки тому

    thanks!